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relevant factors are treated as unchanged, allowing economists to examine the relationship between selected variables in isolation."},{"text":"All things change; every influence is assumed to vary together.","correct":false,"explanation":"This reverses the assumption: ceteris paribus holds other influences constant, because changing everything simultaneously would prevent economists from identifying individual relationships."},{"text":"Prices always equal; all quantities are assumed unchanged.","correct":false,"explanation":"The phrase concerns holding relevant influences constant, not making prices equal or quantities fixed. The correct meaning is other things equal."},{"text":"Government decides; market influences are assumed irrelevant.","correct":false,"explanation":"Ceteris paribus does not remove market influences or give government control. It temporarily assumes other influences are unchanged while one relationship is examined."}]},{"id":"f640266b-2e03-4559-bb3e-0cd544955cac","cardType":"basic","points":1,"front":"What does ceteris paribus allow economists to study?","back":"It isolates the effect of one variable while other influences are held constant.","mcqOptions":[{"text":"It isolates the effect of one variable while other influences are held constant.","correct":true,"explanation":"Holding other influences constant makes it possible to identify how a change in one variable affects another without competing changes obscuring the relationship."},{"text":"It isolates the effect of all variables while other influences are held constant.","correct":false,"explanation":"Studying every variable at once would not isolate an individual effect. The assumption is used to examine one variable while other influences remain unchanged."},{"text":"It measures the effect of one variable while other influences change freely.","correct":false,"explanation":"Allowing other influences to change freely makes the individual effect difficult to identify. Ceteris paribus requires those influences to be held constant."},{"text":"It predicts the effect of future variables while other influences are held constant.","correct":false,"explanation":"The assumption isolates a variable being analysed; it does not specifically concern future variables. Prediction may use the method, but is not its definition."}]},{"id":"ee862d48-faf4-4a36-9210-c2893e91d73f","cardType":"basic","points":1,"front":"Is ceteris paribus a description of the real world?","back":"It is an analytical device, not a claim that nothing changes in reality.","mcqOptions":[{"text":"It is an analytical device, not a claim that nothing changes in reality.","correct":true,"explanation":"Ceteris paribus simplifies analysis by temporarily holding influences constant. It is not a statement that real economies remain static or that nothing changes."},{"text":"It is an empirical law, claiming that nothing changes in reality.","correct":false,"explanation":"This treats a simplifying analytical assumption as a factual law. The correct interpretation is that it helps analyse relationships without denying real-world change."},{"text":"It is an economic forecast, claiming that prices never change in reality.","correct":false,"explanation":"Ceteris paribus is not a forecast and does not imply fixed prices. It is an analytical device that temporarily keeps other influences unchanged."},{"text":"It is a laboratory result, proving that markets remain unchanged in reality.","correct":false,"explanation":"Economists use the assumption to simplify relationships, not as laboratory proof that markets are unchanged. Real economies contain simultaneous changes."}]},{"id":"8bd19975-9293-4372-8f27-450affea764e","cardType":"basic","points":2,"front":"Why do economists need the ceteris paribus assumption?","back":"Because many variables change simultaneously, hiding individual cause and effect.","mcqOptions":[{"text":"Because many variables change simultaneously, hiding individual cause and effect.","correct":true,"explanation":"When several economic variables change together, their separate effects become difficult to identify. Holding other influences constant helps reveal individual causal relationships."},{"text":"Because many variables remain constant, proving individual cause and effect.","correct":false,"explanation":"The problem is simultaneous change, not widespread constancy. Ceteris paribus is needed because changing variables can obscure which factor caused an outcome."},{"text":"Because one variable changes simultaneously, hiding collective cause and effect.","correct":false,"explanation":"The assumption addresses several variables changing at once and helps isolate individual effects. A single changing variable would not create the same identification problem."},{"text":"Because many variables change independently, proving individual cause and effect.","correct":false,"explanation":"Independent changes do not automatically prove causation, and the assumption is needed when influences overlap. Simultaneous changes can hide individual cause and effect."}]},{"id":"8e124a61-5ee3-46ef-8bc3-fbb23f4202b8","cardType":"basic","points":1,"front":"Why can economists not run fully controlled experiments on the whole economy?","back":"A whole economy cannot be placed in a laboratory for fully controlled experiments.","mcqOptions":[{"text":"A whole economy cannot be placed in a laboratory for fully controlled experiments.","correct":true,"explanation":"An entire economy contains millions of interacting people, firms and institutions, making a fully controlled laboratory experiment impractical. Ceteris paribus provides a simplified alternative."},{"text":"A whole economy can be placed in a laboratory for fully controlled experiments.","correct":false,"explanation":"Economies cannot realistically be isolated and controlled like laboratory samples. The correct answer explains why economists use simplifying assumptions instead."},{"text":"A whole economy cannot be placed in a market for fully controlled experiments.","correct":false,"explanation":"An economy already includes markets, so the issue is not placing it in one. The relevant limitation is that it cannot be placed in a laboratory."},{"text":"A whole economy can be placed in a model for fully controlled experiments.","correct":false,"explanation":"Economic models can represent an economy, but they are not fully controlled real-world experiments. The assumption helps analyse reality where laboratory control is impossible."}]},{"id":"5e4b2885-1869-4226-9401-5b6a20377268","cardType":"basic","points":1,"front":"What is the value of holding other influences constant?","back":"Holding other influences constant is the next best thing to a controlled experiment.","mcqOptions":[{"text":"Holding other influences constant is the next best thing to a controlled experiment.","correct":true,"explanation":"Because economists cannot control every factor in a whole economy, temporarily fixing other influences provides a useful approximation to experimental control."},{"text":"Holding other influences constant is the exact equivalent of a controlled experiment.","correct":false,"explanation":"The assumption improves analysis but does not create genuine experimental control. Real economies remain more complex, so it is only the next best thing."},{"text":"Holding other influences constant is the least useful method for a controlled experiment.","correct":false,"explanation":"Fixing other influences is valuable precisely because it helps isolate relationships when experiments are unavailable. Calling it least useful reverses its analytical purpose."},{"text":"Holding other influences constant is the main cause of a controlled experiment.","correct":false,"explanation":"It is not a cause of experimentation. It is a simplifying technique that approximates controlled experimentation by keeping other relevant influences unchanged."}]},{"id":"3d2f773a-6676-43a7-8336-d16febbd7a36","cardType":"basic","points":1,"front":"What causes a movement along a curve?","back":"A change in the variable on the axis, with other influences held constant.","mcqOptions":[{"text":"A change in the variable on the axis, with other influences held constant.","correct":true,"explanation":"A movement along a curve occurs when the variable measured on an axis changes, while the curve's other determinants remain unchanged."},{"text":"A change in the variable off the axis, with other influences held constant.","correct":false,"explanation":"A change in a non-axis determinant shifts the curve rather than causing movement along it. Movement along a curve involves an axis variable changing."},{"text":"A change in the variable on the axis, with other influences changing freely.","correct":false,"explanation":"Changing other influences as well would alter the curve's position, so the result would not be movement along the existing curve alone."},{"text":"A change in the variable on the curve, with other influences held constant.","correct":false,"explanation":"A curve is the relationship shown, not a variable that changes independently. Movement along it is caused by changing an axis variable."}]},{"id":"01eb27ec-d62f-4dec-9be1-10f13826556b","cardType":"basic","points":1,"front":"What causes a shift of a curve?","back":"A change in a non-price determinant.","mcqOptions":[{"text":"A change in a non-price determinant.","correct":true,"explanation":"A non-price determinant changes the underlying relationship represented by the curve, causing the entire curve to shift rather than creating movement along it."},{"text":"A change in a price determinant.","correct":false,"explanation":"A change in price normally causes movement along a curve, assuming other influences are constant. Curve shifts result from changes in non-price determinants."},{"text":"A change in a quantity demanded.","correct":false,"explanation":"A change in quantity demanded is usually movement along the demand curve caused by price. A non-price determinant changes demand and shifts the curve."},{"text":"A change in a point on the curve.","correct":false,"explanation":"A point does not determine the curve's position. A shift occurs when a non-price determinant changes the whole relationship represented by the curve."}]},{"id":"bd43f9f3-1244-409d-bf78-442ba6e6e2c1","cardType":"basic","points":1,"front":"Under ceteris paribus, what does a price change do to a demand curve?","back":"A price change causes a movement along the demand curve, ceteris paribus.","mcqOptions":[{"text":"A price change causes a movement along the demand curve, ceteris paribus.","correct":true,"explanation":"With other determinants held constant, changing price changes quantity demanded rather than demand itself, so the resulting change is shown as movement along the existing demand curve."},{"text":"A price change causes a shift of the demand curve, ceteris paribus.","correct":false,"explanation":"This confuses a price change with a non-price determinant changing. Under ceteris paribus, price changes quantity demanded and causes movement along the curve; a non-price change shifts it."},{"text":"A price change causes a rotation of the demand curve, ceteris paribus.","correct":false,"explanation":"A price change does not normally rotate the demand curve. Holding other factors constant means it produces movement along the existing curve, while determinant changes can shift the curve."},{"text":"A price change causes no change in quantity demanded, ceteris paribus.","correct":false,"explanation":"Ceteris paribus does not mean price has no effect. It isolates the price effect, so a price change causes quantity demanded to change through movement along the demand curve."}]},{"id":"5fb09ec2-5772-497e-803d-cc01ab0fca2f","cardType":"basic","points":2,"front":"What happens to the demand curve when a non-price determinant changes?","back":"The whole demand curve shifts, because ceteris paribus no longer holds.","mcqOptions":[{"text":"The whole demand curve shifts, because ceteris paribus no longer holds.","correct":true,"explanation":"A non-price determinant, such as income or tastes, changes demand at every price. Since other conditions are no longer constant, the entire demand curve shifts."},{"text":"The whole demand curve stays fixed, because ceteris paribus still holds.","correct":false,"explanation":"Changing a non-price determinant means at least one relevant condition is no longer constant. The demand curve therefore shifts, rather than remaining fixed under ceteris paribus."},{"text":"The whole demand curve rotates, because ceteris paribus no longer holds.","correct":false,"explanation":"A determinant change shifts the demand curve to a new position; it does not generally rotate it. Rotation is associated with changes in the relationship's slope, not ordinary demand shifts."},{"text":"The whole demand curve moves along, because ceteris paribus no longer holds.","correct":false,"explanation":"Movement along a demand curve follows a change in the good's own price. A non-price determinant changes demand at each price, shifting the whole curve instead."}]},{"id":"4613b603-eff0-4bfd-bff7-f0bebf33861c","cardType":"basic","points":1,"front":"Give an example of ceteris paribus in coffee demand analysis.","back":"A fall in coffee's price, assuming incomes, tastes, and tea and sugar prices stay unchanged.","mcqOptions":[{"text":"A fall in coffee's price, assuming incomes, tastes, and tea and sugar prices stay unchanged.","correct":true,"explanation":"This isolates coffee's price effect by holding other relevant demand determinants constant. Any resulting change in quantity demanded can therefore be associated with the coffee price fall."},{"text":"A fall in coffee's price, assuming incomes, tastes, and coffee production costs stay unchanged.","correct":false,"explanation":"Production costs affect coffee supply, not the demand conditions being isolated here. The example must hold incomes, tastes, and tea and sugar prices unchanged."},{"text":"A fall in coffee's price, assuming incomes, tastes, and household savings stay unchanged.","correct":false,"explanation":"Household savings are not the specified substitute and complement price determinants in this coffee-demand example. Tea and sugar prices must remain unchanged alongside incomes and tastes."},{"text":"A fall in coffee's price, assuming wages, advertising, and tea and sugar prices stay unchanged.","correct":false,"explanation":"Wages and advertising may influence demand, but replacing income and tastes loses the stated ceteris paribus example. The relevant unchanged factors are incomes, tastes, and tea and sugar prices."}]},{"id":"e59fec3b-fadb-449f-a289-469749fe6af9","cardType":"basic","points":2,"front":"Why can a rise in coffee quantity demanded be attributed to a price fall under ceteris paribus?","back":"The rise in quantity demanded can be attributed to the lower price alone.","mcqOptions":[{"text":"The rise in quantity demanded can be attributed to the lower price alone.","correct":true,"explanation":"Ceteris paribus holds other demand determinants constant. The lower price is therefore isolated as the cause of the increased quantity demanded, rather than changes in income, tastes, or related goods."},{"text":"The rise in quantity demanded can be attributed to the higher income alone.","correct":false,"explanation":"Higher income is a non-price determinant and would provide an alternative explanation for increased demand. Under ceteris paribus, the rise is attributed to the lower price alone."},{"text":"The rise in quantity demanded can be attributed to the lower supply alone.","correct":false,"explanation":"Supply conditions do not directly explain movement along a demand curve. With other demand determinants held constant, the lower price alone explains the increased quantity demanded."},{"text":"The rise in quantity demanded can be attributed to the greater advertising alone.","correct":false,"explanation":"Advertising can shift demand by changing a non-price determinant, but it is excluded from the isolated price explanation. Ceteris paribus leaves the lower price as the cause."}]},{"id":"744c463b-ac5a-45d4-abe7-63314eab5907","cardType":"basic","points":2,"front":"What could happen if ceteris paribus were not used when analysing a coffee price fall?","back":"A change in income could mask the effect of price.","mcqOptions":[{"text":"A change in income could mask the effect of price.","correct":true,"explanation":"Without ceteris paribus, income may change at the same time as coffee's price. Its effect on demand could then obscure or counteract the price effect, preventing clear attribution."},{"text":"A change in income could remove the demand curve.","correct":false,"explanation":"An income change does not remove the demand curve. It can shift demand and obscure the effect of the coffee price fall, which is why income should be held constant."},{"text":"A change in income could fix the market price.","correct":false,"explanation":"Income changes influence demand, not directly fix the market price. They may alter the demand curve and make the price effect difficult to identify."},{"text":"A change in income could leave the price effect isolated.","correct":false,"explanation":"Allowing income to change introduces another influence on demand, so the price effect is no longer isolated. Ceteris paribus requires income and other determinants to remain unchanged."}]},{"id":"2599b901-2ac5-40d1-9252-70f52bce8e3c","cardType":"basic","points":2,"front":"If bicycle prices rise, what happens to quantity demanded, ceteris paribus?","back":"Quantity demanded falls, producing a movement up along the demand curve.","mcqOptions":[{"text":"Quantity demanded falls, producing a movement up along the demand curve.","correct":true,"explanation":"The law of demand states that, with other factors constant, a higher price reduces quantity demanded. The change is represented by moving up along the existing demand curve."},{"text":"Quantity demanded rises, producing a movement up along the demand curve.","correct":false,"explanation":"This reverses the law of demand. With other factors unchanged, a bicycle price rise reduces quantity demanded, represented by movement up along the demand curve."},{"text":"Demand falls, producing a movement up along the demand curve.","correct":false,"explanation":"A price rise changes quantity demanded rather than demand itself when ceteris paribus applies. The correct description is that quantity demanded falls through movement up the curve."},{"text":"Quantity demanded falls, producing a movement down along the demand curve.","correct":false,"explanation":"The direction along the curve is reversed here. A higher price corresponds to movement upwards along the demand curve, while a lower price produces downward movement."}]},{"id":"35736a77-4c25-4adf-864a-b1518d13b1c4","cardType":"basic","points":2,"front":"If bicycle prices stay unchanged while incomes rise, what happens to demand?","back":"The curve shifts right because income, a non-price determinant, has changed.","mcqOptions":[{"text":"The curve shifts right because income, a non-price determinant, has changed.","correct":true,"explanation":"Higher income is a non-price determinant of demand. Assuming bicycles are a normal good, increased income raises demand at every price, shifting the demand curve to the right."},{"text":"The curve shifts right because price, a non-price determinant, has changed.","correct":false,"explanation":"Price is the good's own price and is not a non-price determinant. Since bicycle prices remain unchanged, the rightward shift is caused by the change in income."},{"text":"The curve shifts left because income, a non-price determinant, has changed.","correct":false,"explanation":"For a normal good, rising income increases demand and shifts the curve right. A leftward shift would imply falling income or bicycles being an inferior good."},{"text":"The curve stays fixed because income, a non-price determinant, has changed.","correct":false,"explanation":"Income changing means a non-price determinant has changed, so ceteris paribus no longer holds. For normal bicycles, higher income shifts demand right rather than leaving it fixed."}]},{"id":"91b36bcc-c0ca-45fe-b28c-6b38c9d7bacd","cardType":"basic","points":2,"front":"Why might a prediction made using ceteris paribus not hold exactly?","back":"Other things rarely stay equal, so predictions may not hold exactly.","mcqOptions":[{"text":"Other things rarely stay equal, so predictions may not hold exactly.","correct":true,"explanation":"Ceteris paribus is an analytical assumption used to isolate one relationship. In reality, several economic variables can change simultaneously, so predictions may differ from the exact outcome."},{"text":"Other things rarely stay equal, so predictions may not hold at all.","correct":false,"explanation":"Ceteris paribus predictions can still provide useful directional guidance even when other factors change. Real-world variation may prevent exact results, but it does not make every prediction worthless."},{"text":"Other things rarely stay equal, so predictions may hold perfectly.","correct":false,"explanation":"Simultaneous changes in income, tastes, costs, or related prices can alter the outcome. Consequently, ceteris paribus predictions may not be exact rather than holding perfectly."},{"text":"Other things rarely stay equal, so predictions may hold automatically.","correct":false,"explanation":"The assumption does not make economic outcomes automatic or guaranteed. It simplifies analysis by isolating one factor, while real-world changes can cause the prediction to differ from the exact result."}]},{"id":"7ebe350a-eda3-47ff-8f68-09b1c2897900","cardType":"basic","points":2,"front":"Why is ceteris paribus still used despite being unrealistic?","back":"Despite limited realism, isolating one cause remains essential for clear analysis.","mcqOptions":[{"text":"Despite limited realism, isolating one cause remains essential for clear analysis.","correct":true,"explanation":"Holding other factors constant lets economists identify the relationship between a chosen cause and its effect. Although reality is more complex, this isolation is essential for clear analysis."},{"text":"Despite limited realism, isolating every cause remains essential for accurate prediction.","correct":false,"explanation":"Ceteris paribus does not isolate every cause or guarantee accurate predictions; it studies one relationship at a time. The correct answer is that isolating one cause remains essential for clear analysis."},{"text":"Despite limited realism, ignoring one cause remains essential for realistic analysis.","correct":false,"explanation":"The method isolates one cause rather than ignores it, and its purpose is clarity rather than realism. The correct answer is that isolating one cause remains essential for clear analysis."},{"text":"Despite limited realism, measuring all causes remains essential for clear analysis.","correct":false,"explanation":"Measuring all causes would make the relationship harder to isolate and is not what ceteris paribus means. The correct answer is that isolating one cause remains essential for clear analysis."}]},{"id":"e8a53f25-ef55-4988-9ec6-1b8f51d9ac1b","cardType":"basic","points":2,"front":"How should the realism of ceteris paribus be evaluated?","back":"State the assumption, then assess whether it is reasonable for the case.","mcqOptions":[{"text":"State the assumption, then assess whether it is reasonable for the case.","correct":true,"explanation":"A ceteris paribus assumption should be made explicit, then judged against the circumstances being analysed. Its usefulness depends on whether treating other influences as constant is reasonable for the case."},{"text":"State the assumption, then assume that it is realistic in every case.","correct":false,"explanation":"Ceteris paribus is an abstraction and cannot automatically be considered realistic in every situation. The correct approach is to state the assumption and assess whether it is reasonable for the case."},{"text":"State the assumption, then reject it because it is unrealistic in every case.","correct":false,"explanation":"Limited realism does not make the assumption useless; it may still clarify an important relationship. The correct approach is to state it and assess whether it is reasonable for the case."},{"text":"State the assumption, then test whether it is identical across all cases.","correct":false,"explanation":"The realism of the assumption depends on the particular circumstances, so it will not be identical across all cases. The correct approach is to assess whether it is reasonable for the case."}]},{"id":"241c152d-8e35-4afb-8121-a63eb943dc43","cardType":"cloze","points":null,"front":"Ceteris paribus means [ ].","back":"Ceteris paribus means other things equal.","mcqOptions":[{"text":"other things equal","correct":true,"explanation":"Ceteris paribus is a Latin phrase meaning that other relevant factors are held constant, allowing the effect of one chosen variable to be examined clearly."},{"text":"all things changing","correct":false,"explanation":"This reverses the assumption: ceteris paribus holds other relevant factors constant rather than allowing everything to change. The correct meaning is “other things equal.”"},{"text":"one thing excluded","correct":false,"explanation":"The phrase concerns holding other factors constant, not excluding one factor from the analysis. The correct meaning is “other things equal.”"},{"text":"prices remaining constant","correct":false,"explanation":"Prices may be held constant in a particular analysis, but the general phrase applies to other relevant factors too. The correct meaning is “other things equal.”"}]},{"id":"14571057-76fd-4364-a842-7e5a522ef430","cardType":"cloze","points":null,"front":"Economists use ceteris paribus to isolate the effect of [ ].","back":"Economists use ceteris paribus to isolate the effect of one variable.","mcqOptions":[{"text":"one variable","correct":true,"explanation":"Holding other relevant factors constant allows economists to isolate and examine the effect of one variable, making its relationship with another economic outcome easier to identify."},{"text":"every variable","correct":false,"explanation":"Ceteris paribus does not isolate every variable simultaneously; it holds other factors constant so one variable can be examined. The correct answer is “one variable.”"},{"text":"no variables","correct":false,"explanation":"The method must vary or examine a variable to identify an effect, so it does not isolate no variables. The correct answer is “one variable.”"},{"text":"two variables only","correct":false,"explanation":"Although a relationship often involves two variables, ceteris paribus specifically isolates one variable while other relevant influences are held constant. The correct answer is “one variable.”"}]},{"id":"150ba679-330f-4a02-9f26-d518e041a401","cardType":"cloze","points":null,"front":"A demand curve varies [ ] while holding other demand determinants constant.","back":"A demand curve varies price while holding other demand determinants constant.","mcqOptions":[{"text":"price","correct":true,"explanation":"A movement along a demand curve results from a change in the good’s own price, while other demand determinants remain constant under the ceteris paribus assumption."},{"text":"income","correct":false,"explanation":"Income is a non-price determinant of demand, so changing it shifts the demand curve rather than creating movement along it. The correct answer is “price.”"},{"text":"tastes","correct":false,"explanation":"A change in tastes affects demand as a non-price determinant and shifts the entire curve. A demand curve varies price while other determinants are held constant."},{"text":"the price of substitutes","correct":false,"explanation":"The price of substitutes is a non-price determinant for the good being studied, so changing it shifts demand. The correct answer is “price.”"}]},{"id":"0bfea734-4f65-464d-8376-b9fe4d314e0c","cardType":"cloze","points":null,"front":"A non-price determinant changing causes the demand curve to [ ].","back":"A non-price determinant changing causes the demand curve to shift.","mcqOptions":[{"text":"shift","correct":true,"explanation":"A non-price determinant changes demand at every possible price, so the whole demand curve shifts rather than producing movement from one point to another on the existing curve."},{"text":"rotate","correct":false,"explanation":"A non-price determinant normally shifts the demand curve; rotation is not the standard effect taught for such a change. The correct answer is “shift.”"},{"text":"contract","correct":false,"explanation":"Contraction describes movement along a demand curve caused by a rise in price, not a non-price determinant changing. The correct answer is “shift.”"},{"text":"flatten","correct":false,"explanation":"A non-price determinant changes the position of the demand curve, rather than generally making its slope flatter. The correct answer is “shift.”"}]},{"id":"cad5102d-b8ab-4ccc-b769-8767a2e6fb36","cardType":"cloze","points":null,"front":"When ceteris paribus is dropped, other influences are allowed to [ ].","back":"When ceteris paribus is dropped, other influences are allowed to move as well.","mcqOptions":[{"text":"move as well","correct":true,"explanation":"Dropping ceteris paribus means other relevant influences are no longer held constant. They are allowed to change at the same time, making the effect of one factor harder to isolate."},{"text":"remain fixed","correct":false,"explanation":"Keeping other influences fixed is precisely the ceteris paribus assumption, so this option describes retaining rather than dropping it. The correct answer is “move as well.”"},{"text":"disappear completely","correct":false,"explanation":"Other influences continue to affect the outcome when ceteris paribus is dropped; they are not removed from the economy. The correct answer is “move as well.”"},{"text":"become irrelevant","correct":false,"explanation":"Dropping the assumption allows other influences to vary, which can make them more difficult to separate, not irrelevant. The correct answer is “move as well.”"}]},{"id":"a7d0abef-4494-41b1-8597-da5f95fc153c","cardType":"cloze","points":null,"front":"In the bicycle example, rising incomes shift demand to the [ ] when price is unchanged.","back":"In the bicycle example, rising incomes shift demand to the right when price is unchanged.","mcqOptions":[{"text":"right","correct":true,"explanation":"Bicycles are treated as a normal good in the example, so rising income increases demand. At an unchanged price, this is shown by a rightward shift of the demand curve."},{"text":"left","correct":false,"explanation":"A leftward shift represents falling demand, which would be expected from lower income for a normal good. Rising incomes increase bicycle demand, shifting the curve to the right."},{"text":"origin","correct":false,"explanation":"Demand curves do not shift to the origin to represent higher income. For bicycles treated as a normal good, rising income increases demand and shifts the curve right."},{"text":"vertical axis","correct":false,"explanation":"The vertical axis represents price, not the direction of a demand shift. Rising income increases demand for bicycles, represented by a rightward shift at each unchanged price."}]}]}],"examCountdown":null,"heading":"1.2.3 meaning of the term ceteris paribus","title":"1.2.3 meaning of the term ceteris paribus Flashcards","topbar":{"backHref":"/international-a-level/economics/cie/flashcards"},"topicSidebar":"$L38"}]}],"topicId":"6afb629a-7a9a-44f9-97fd-8fccf8d64064","walled":"$L39"}],"$L3a","$L3b"]